
The structure of the course is presented in this video. Students will be able to determine if this course is the one for them.
Basic information about Exponent is presented in this video. After watching this video, students will be able to describe what an exponent is.
The most basic type of exponent is presented. After watching this video students will be able to determine the value of exponential terms with integer exponent and base.
This video builds upon the previous one. It introduces fractional base into exponential terms. After watching this video students will be able to determine the value of exponential terms with integer exponent and fractional base.
This video shows the solution to Quiz 01. After watching this video students will be able to solve all the questions presented in the quiz.
The video shows some tricks that can be performed between two or more exponential terms with the same base value. After watching this video students will be able to simplify multiple exponential terms with integer exponent and with the same base value.
This video introduces terms with negative integer exponent. After watching this video students will be able to determine the value of exponential terms with negative integer exponent.
This video contains steps to solve questions in Quiz 02. After watching this video students will be able to answer all the questions in Quiz 02.
This video discusses a few important Rules of Exponent. After watching this video students will be able to simplify exponential terms using Rules of Exponent.
This video describes fractional exponents and how they relate to roots. After watching this video students will be able to determine values and simplify exponential terms.
This video describes fractional exponents and how they relate to roots. After watching this video students will be able to determine values and simplify exponential terms.
This video contains steps to solve questions in Quiz 03. After watching this video students will be able to answer all the questions in Quiz 03.
This video explains how to use all the Rules of Exponents to simplify Exponential Expressions. After watching this video students will be able to simplify Exponential Expressions.
This video contains steps to solve questions in Quiz 04. After watching this video students will be able to answer all the questions in Quiz 04.
This video describes how we can use Rules of Exponents to solve Exponential Equations. After watching this video students will be able to solve Exponential Equations with single unknown exponent.
This video describes how we can use Rules of Exponents to solve Exponential Equations. After watching this video students will be able to solve Exponential Equations with single unknown exponent.
This video describes how we can use Rules of Exponents to solve a few types of Exponential Equations. After watching this video students will be able to solve Exponential Equations with single or double unknown exponents.
This video contains steps to solve questions in Quiz 05. After watching this video students will be able to answer all the questions in Quiz 05.
Basic information about Surd is presented in this video. After watching this video, students will be able to describe what a Surd is.
The most basic type of Surd (Square Root) is presented this video. After watching this video students will be able to use Rules of Surd.
This video describes how to use Rules of Surd to simplify Square Roots. After watching this video students will able to use Rules of Surd to Simplify Square Roots.
This video contains steps to solve questions in Quiz 06. After watching this video students will be able to answer all the questions in Quiz 06.
This video tells how to perform Surd Expansion. After watching this video students will able to perform Binomial Expansion of expressions containing Surds.
This video introduces Conjugate to Surd expression. After watching this video students will able to perform Binomial Expansion of Conjugate Surds.
This video contains steps to solve questions in Quiz 07. After watching this video students will be able to answer all the questions in Quiz 07.
This video explains how to rationalise a surd denominator. After watching this video students will be able to rationalise the denominator of a surd expression.
This video contains steps to solve questions in Quiz 08. After watching this video students will be able to answer all the questions in Quiz 08.
This lecture shows how to solve equations which contain surds. After watching this video students will be able to solve equations involving surds.
This video contains steps to solve questions in Quiz 09. After watching this video students will be able to answer all the questions in Quiz 09.
This video shows how to simplify Higher Index Roots. After watching this video students will be able to perform simplification of Higher Index Roots.
This video contains steps to solve questions in Quiz 10. After watching this video students will be able to answer all the questions in Quiz 10.
This video shows how to Simplify fractional surds by Rationalizing the Denominator of Higher Index Roots. After watching this video students will be able to Rationalize the Denominator of Higher Index Roots.
This video contains steps to solve questions in Quiz 11. After watching this video students will be able to answer all the questions in Quiz 11.
This video shows how to perform Arithmetic operations on Higher Index Roots. After watching this video Students will be able to perform Arithmetic operations on Higher Index Roots.
This video contains steps to solve questions in Quiz 12. After watching this video students will be able to answer all the questions in Quiz 12.
Basic information about Logarithm is presented in this video. After watching this video, students will be able to transform Exponential expressions into Logarithm expressions and vice versa..
This video contains steps to solve questions in Quiz 13. After watching this video students will be able to answer all the questions in Quiz 13.
This video contains steps to solve questions in Quiz 14. After watching this video students will be able to answer all the questions in Quiz 14.
This video describes the most basic form of Logarithm. After watching this video students will be able to find values of Common Logarithmic terms.
This video contains steps to solve questions in Quiz 15. After watching this video students will be able to answer all the questions in Quiz 15.
This video shows how to derive Rules of Logarithm. After watching this video students will be able to derive Rules of Logarithm.
This video shows how to apply Rules of Logarithm. After watching this video students will be able to apply Rules of Logarithm when solving Logarithmic problems.
This video contains steps to solve questions in Quiz 16. After watching this video students will be able to answer all the questions in Quiz 16.
This video shows how to simplify Logarithmic expressions. After watching this video students will be able to simplify Logarithmic expressions.
This video contains steps to solve questions in Quiz 17. After watching this video students will be able to answer all the questions in Quiz 17.
This video shows how to determine values of Logarithmic expressions by changing the Base. After watching this video students will be able to apply the techniques of changing the base of Logarithm when finding values of Logarithmic expressions.
This video contains steps to solve questions in Quiz 18. After watching this video students will be able to answer all the questions in Quiz 18.
This video introduces the Exponential Constant e. After watching this video students will be able to use Exponential Constant e.
This video contains steps to solve questions in Quiz 19. After watching this video students will be able to answer all the questions in Quiz 19.
This video introduces Natural Logarithms. After watching this video students will be able to transform Exponential expressions with base e into Natural Logarithmic expressions.
This video contains steps to solve questions in Quiz 20. After watching this video students will be able to answer all the questions in Quiz 20.
This video shows how to solve equations when both Exponents and Logarithms are present. After watching this video students will be able to solve equations involving both Exponents and Logarithms.
This video contains steps to solve questions in Quiz 21. After watching this video students will be able to answer all the questions in Quiz 21.
This video shows how to sketch and plot graphs of Exponential Functions. After watching this video students will be able to sketch and plot graphs of Exponential Functions.
This video shows how to sketch and plot graphs of Exponential Functions. After watching this video students will be able to sketch and plot graphs of Exponential Functions.
This video contains steps to solve questions in Quiz 22. After watching this video students will be able to answer all the questions in Quiz 22.
This video shows how to sketch and plot graphs of Logarithmic Functions. After watching this video students will be able to sketch and plot graphs of Logarithmic Functions.
This video contains steps to solve questions in Quiz 23. After watching this video students will be able to answer all the questions in Quiz 23.
This is an introductory course on Exponents (Indices), Surds and Logarithms. It comprises a total of 8.5 hours worth of videos and quizzes. This is perfect for secondary school students seeking a good primer on all the related topics leading to understanding Logarithms. It is also great as a refresher for everyone else.
The course is arranged from the very basic introduction and progresses swiftly with increasing depth and complexity on the subject. It is recommended that the students do not skip any part of the lectures, or jump back and forth, because good understanding of the fundamental is important as you progress.
Quizzes are included on 23 subtopics to strengthen your understanding and fluency on this topic. So it is advisable that you attempt all the questions.
The course is delivered by an experienced teacher with extensive experience in teaching students on a one to one basis. The instructor understands the difficulties that students normally face to become competent in mathematics. So words and examples were carefully chosen to ensure that everybody gets the most out of this series of lectures. This is a MUST course for all secondary school students.
Have fun learning!